f(x) = ((N)/(a√(2π)))e^-(x-b)^2/(2a^2)dx

Name: f(x) = ((N)/(a√(2π)))e^-(x-b)^2/(2a^2)dx
Uploaded: 2023-06-11T19:42:27-08:00
Duration: 1 min 1 s
Channel: Numerade
Description: f(x) = ((N)/(a√(2π)))e^-(x-b)^2/(2a^2)dx

Question

R M · Answer

Problem number 18. Problem number 18. Question A. F of 2 is equal to the integration from 2 to 2

Adrian Co · Answer

multiple parts here trying to evaluate this function at specific instances what we&#x27;ve given here

Brittany Stefanilo · Answer

So let&#x27;s start by plugging in some X values into our function here. So I&#x27;m going to start with z

Suman Saurav Thakur · Answer

Hello, we have a question in which we have fx to limit is 2 to x t squared plus 5 under root d t

Lucas Finney · Answer

For this problem, we are asked to verify that capital F of x equals the square root of 2x square

Question

$f(x) = \left(\frac{N}{a\sqrt{2\pi}}\right)e^{-(x-b)^2/(2a^2)}dx$

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